Alice has 10 balls (all different). First, she splits them into two piles; then she picks one of the piles with at least two elements, and splits it into two; she repeats this until each pile has only one element. (a) How many steps does this take? (b) Show that the number of different ways in which she can carry out this procedure is ( 10 9 ) . ( 9 8 ) . ( 8 7 ) . … … ( 3 2 ) . ( 2 2 )
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